8. A family takes out a $255,515 mortgage at 4.32% interest compounded monthly with monthly payments for 30 years. (a) How much would the scheduled payments on the loan be? Round your final answer to two decimal places. (b) If they decide to pay an extra $200 each month on the house payments, how many years will it take to pay off the loan? Round your final answer to two decimal places. (c) How much will they save in payments over the life of the loan by paying $200 extra each month? Round your final answer to two decimal places.
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- A family has a $134,345, 25-year mortgage at 5.1% compounded monthly. (A) Find the monthly payment and the total interest paid. Suppose the family decides to add an extra $100 to its mortgage payment each month starting with the very first payment. How long will it take the family to pay off the mortgage? How much interest will the family save? (B) (A) Monthly payment: $ (Round to two decimal places.) Total interest paid: $ (Round to two decimal places.) (B) Time: years (Round to two decimal places.) Total interest saved: $ (Round to two decimal places.)A family has a $128,390, 15-year mortgage at 5.1% compounded monthly. (A) Find the monthly payment and the total interest paid. (B) Suppose the family decides to add an extra $100 to its mortgage payment each month starting with the very first payment. How long will it take the family to pay off the mortgage? How much interest will the family save? (A) Monthly payment: $ (Round to two decimal places.) Total interest paid: $| (Round to two decimal places.) (B) Time: years (Round to two decimal places.) Total interest saved: $ (Round to two decimal places.)A family has a $121,857, 15-year mortgage at 7.8% compounded monthly. (A) Find the monthly payment and the total interest paid. (B) Suppose the family decides to add an extra $100 to its mortgage payment each month starting with the very first payment. How long will it take the family to pay off the mortgage? How much interest will the family save?
- A family has an $80,000, 20-year loan at 8% compounded monthly. (a) Find the monthly payment and the total interest paid. (b) Suppose the family decides to add an extra $100 to its mortgage payment each month starting with the very first payment. How long will it take the family to pay off the mortgage? (c) Referring to part (i) and (ii), how much interest will the family save?A family has a $95,877, 25-year mortgage at 5.1% compounded monthly (A) Find the monthly payment and the total interest paid (B) Suppose the family decides to add an extra $100 to its mortgage payment each month starting with the very first payment How long will it take the family to pay off the mortgage? How much interest will the family save? (A) Monthly payment: $(Round to two decimal places)After making payments of $891.10 for 6 years on your 30-year loan at 8.1%, you decide to sell your home. What is the loan payoff? (Round your answer to two decimal places.)
- A family buys a home by taking out a 15-year fixed-rate mortgage of $240,000 at 4.3% interest. What is their monthly payment? Round their answer up to the next whole dollar. How much will they pay over the course of 15 years? With this payment, much interest will they pay over the life of the loan? Complete the first three lines of this amortization table, using the payment you found above. Round each entry in the table to the nearest cent. Payment Number Interest Payment Principal Payment Balance of Loan 1 2 3 Submit QuestionYou have just taken out a mortgage of $50,000 for 30 years, with monthly payments at 6% interest. The same day you close on the mortgage you receive a $25,000 gift from your parents to be applied to the mortgage principal. What amount of time will now be required to pay off the mortgage if you continue to make the original monthly payments? What is the amount of the last payment? (Assume any residual partial payment amount is added to the last payment.)A couple take a 30-year home mortgage of $120,000 at 7.8% compounded monthly. They make their regular monthly payments for 5 years, then decide to pay $1000 per month. a. Find their regular monthly payment. b. Findtheunpaidbalancewhentheybeginpayingthe$1000. c. How many payments of $1000 will it take to pay off the loan? Give the answer correct to one decimal place. d. Use your answer to part(c)to find how much interest they save by paying the loan this way.
- A family has a $124,001 15-year mortgage at 4.8% compounded monthly (A) find the monthly payment and total interest paid (B) suppose the family decides to add an extra $100 to its mortgage payment each month starting with the very first payment. How long will it take the family to pay off the mortgage? How much interest will the family save? (A) monthly payment $ total interest paid $ (B) Time: (round 2 decimal places) Total interest saved $You purchase a home and have a $200,000 mortgage for 20 years at 5%. Utilize an amortization schedule. What are the periodic annual payment required for the mortgage? What are the interest payment for the first year? What is the first year principal repayment What is the balance owed at the end of the first year? What are the interest paid on the principal repayment for the second year ? What is the balance owed at the end of the second year ? Why did the interest paid on the principal repayment change in the second year?Suppose that 12 years ago you bought a home for $120,000, paying 20% as a down payment, and financing the rest at 6.1% interest for 30 years. How much money did you pay as your down payment? How much money was your existing mortgage (loan) for? What is your current monthly payment on your existing mortgage? Note: Carry at least 4 decimal places during calculations, but round your final answer to the nearest cent. How much total interest will you pay over the life of the existing loan? This year (12 years after you first took out the loan), you check your loan balance. Only part of your payments have been going to pay down the loan; the rest has been going towards interest. You see that you still have $76,166 left to pay on your loan. Your house is now valued at $185,000. How much of the original loan have you paid off? (i.e, How much have you reduced the loan balance by?) How much money have you paid to the loan company so far (over the last 12 years)? How much interest have you paid…